Več informacij o projektu / More info about the project
Opis / Description
The core of this program is mathematics at its purest, encompassing abstract algebra, linear algebra, and discrete mathematics with cryptology as a bridge to applied mathematics. It is through cryptology, which has in recent years become deeply embedded in many aspects of society, that the most abstract mathematical ideas find a fruitful reflection in real-life applications where security remains an imperative. Continued advances in cryptology are required to expand robust security measures for data storage, transmission, and verification. Indeed, as digital technologies advance and become more widespread the data they collect, create, process, and store the demand for security is increasing dramatically. The novelty of this research program is its approach to advancing the state of the art in cryptology research and while embedding new advances in connected fields by leveraging IoT, blockchain, and discrete mathematics.
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
